Embedded newform data - 169.10.a.f.1.3

Formats: - HTML - YAML - JSON - 2025-01-02T13:09:41.779402

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 16900, 'analytic_conductor': 87.04105631169456, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [169, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 20, 'field_disc': 25632537874658193771638832677153429550657164875693311736741220493034669781730151323915583723059264506189655834624, 'field_disc_factorization': [[2, 22], [3, 10], [59, 2], [358435351, 2], [5337709485069041903, 2], [2849979904496515410031, 2]], 'field_poly': [25162285487879223389454336, 0, -4841822934658519419322368, 0, 172106193081772189679616, 0, -1876223091685443895296, 0, 9550565219960082432, 0, -26625453181634304, 0, 43527566862400, 0, -42662336000, 0, 24599364, 0, -7679, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [25162285487879223389454336, 0, -4841822934658519419322368, 0, 172106193081772189679616, 0, -1876223091685443895296, 0, 9550565219960082432, 0, -26625453181634304, 0, 43527566862400, 0, -42662336000, 0, 24599364, 0, -7679, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998304624809, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 46161792712013175280631808, 'hecke_ring_index_factorization': [[2, 25], [3, 10], [13, 12]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '169.10.a.f', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.10.e.a', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(2^{4}+\\beta _{4})q^{3}+(2^{8}+\\beta _{3}+\\beta _{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.10.a', 'trace_display': [0, 326, 0, 0], 'trace_hash': 323834944723987072, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.199', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.337', 'prec': 20}, {'__RealLiteral__': 0, 'data': '36.440', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1398.491', 'prec': 27}, {'__RealLiteral__': 0, 'data': '8678.187', 'prec': 27}, {'__RealLiteral__': 0, 'data': '223546.454', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [20, 0, 326, 5118, 0, 0, 0, 0, 129526, 88390, 0, 427652, 0, 473556, 0, 1189618, -99312, 0, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.32473753103972147, -0.18549393665003058, -0.2915917821079796, -0.25815265421492656, -0.2625960375329417, -0.25594751707214347, -0.1459263386328981, -0.3244917378701532, -0.247244113413851, -0.30458293715759593, -0.21121374956964142, -0.334954261481407, -0.3310249363409961, -0.21672002497848042], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': -36.69429315421274, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998304624809, 'label': '169.10.a.f.1.3', 'level': 169, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [54, 57], 'Nk2': 16900, 'analytic_conductor': 87.04105631169456, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 129, 'dim': 111, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772329, 'hecke_orbit_dims': [4, 5, 9, 9, 10, 20, 27, 27], 'label': '169.10.a', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 143, 'mf_new_dim': 122, 'num_forms': 8, 'plus_dim': 54, 'prim_orbit_index': 1, 'relative_dim': 111, 'sturm_bound': 151, 'trace_bound': 2, 'trace_display': [18, 2, -2274, 1142], 'traces': [111, 18, 2, 27394, -2274, -1164, 1142, 22392, 677481, -10950, -81606, -15906, 0, 208526, -189280, 6609170, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45085015
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998304624809, 'source_is_minimal': False, 'source_label': '169.10.a.f.1.3', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998304624809, 'target_is_minimal': False, 'target_label': '169.10.a.f.1.3', 'target_level': 169, 'twist_class_label': '13.10.e.a.4.9', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45085016
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998304624809, 'source_is_minimal': False, 'source_label': '169.10.a.f.1.3', 'source_level': 169, 'target_conrey_index': 10, 'target_dim': 20, 'target_embedding_index': 9, 'target_hecke_orbit_code': 275045679117, 'target_is_minimal': True, 'target_label': '13.10.e.a.10.9', 'target_level': 13, 'twist_class_label': '13.10.e.a.4.9', 'twist_class_level': 13, 'twisting_char_label': '13.6', 'twisting_conrey_index': 6, 'weight': 10}
  • id: 45085017
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998304624809, 'source_is_minimal': False, 'source_label': '169.10.a.f.1.3', 'source_level': 169, 'target_conrey_index': 4, 'target_dim': 20, 'target_embedding_index': 9, 'target_hecke_orbit_code': 275045679117, 'target_is_minimal': True, 'target_label': '13.10.e.a.4.9', 'target_level': 13, 'twist_class_label': '13.10.e.a.4.9', 'twist_class_level': 13, 'twisting_char_label': '13.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 45085018
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998304624809, 'source_is_minimal': False, 'source_label': '169.10.a.f.1.3', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 18, 'target_hecke_orbit_code': 22517998304624809, 'target_is_minimal': False, 'target_label': '169.10.a.f.1.18', 'target_level': 169, 'twist_class_label': '13.10.e.a.4.9', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 437675
    {'charpoly_factorization': [[[25162285487879223389454336, 0, -4841822934658519419322368, 0, 172106193081772189679616, 0, -1876223091685443895296, 0, 9550565219960082432, 0, -26625453181634304, 0, 43527566862400, 0, -42662336000, 0, 24599364, 0, -7679, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 2}
  • id: 437676
    {'charpoly_factorization': [[[-380510403044476567968, 3286842976442984112, 457224871751645616, 1897817967378720, -76541656141638, -362182550715, 4524238701, 15450366, -117512, -163, 1], 2]], 'hecke_orbit_code': 22517998304624809, 'p': 3}
  • id: 437677
    {'charpoly_factorization': [[[12632486749148891899853447194538692145500389979299840000000000, 0, -181803480579394582343354260289587060234520708505600000000, 0, 977415267102725777544413619760192733799416064000000, 0, -2647830966573134713344634460724764447881440000, 0, 4077319853230933001613297231418535412000, 0, -3789065358194801313685724512620243, 0, 2189785413310587135174849013, 0, -788546992379809395182, 0, 171063204830298, 0, -20295887, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 5}
  • id: 437678
    {'charpoly_factorization': [[[2090229127049677590876595867353342261908467815747158961526312796160000, 0, -139552037772589797914611988829619886104473507122770218080796672000, 0, 309585529738794067420393280964907499818881219303433962848256, 0, -215035597796397242546384019925138648675385524622822400, 0, 55521117063522971876863331538347377714843015488, 0, -5524288569595157834317644671232949850331, 0, 245111694154841703119603522372901, 0, -5554278853961167398778542, 0, 67071230931999114, 0, -410563719, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 7}
  • id: 437679
    {'charpoly_factorization': [[[1062893766027112545340123331861367536826010426251681059540346585863030805228324681878077440000, 0, -14056100505535303510986178263441698093871112841941661764356117239174299649801453568000, 0, 58562823366396331950948685437181288349499654616708895971131926609471531188224, 0, -104915330438083765090936990700824665161449148748061821122870011038720, 0, 100061411355026286143679002011173488028006644547151987869504, 0, -56038523512486116535294346879731963491814708715835, 0, 19198538385571365384694268735720951625157, 0, -4044835383120007811919732802190, 0, 508649780966285891178, 0, -34881227975, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 11}
  • id: 437680
    {'charpoly_factorization': [[[0, 1], 20]], 'hecke_orbit_code': 22517998304624809, 'p': 13}
  • id: 437681
    {'charpoly_factorization': [[[-92730903254165635518742133412492245446200431535811329, 11902486460207468599095643437385573793833033200408, -84676505436195405964393653135106433597659995, -2454395442202869314640378643948452849216, -7998204459892051001758051183366890, 27407703664817199768463478064, 131357688718651630431210, -84313281017207808, -651060712101, 49656, 1], 2]], 'hecke_orbit_code': 22517998304624809, 'p': 17}
  • id: 437682
    {'charpoly_factorization': [[[2802310220137911241532973608564218874843013381196765410841801029857633732112390635050301078222568065984007791616, 0, -697921605340311120026291029501720245336515312192139413971642069264678759627687078096964679621739091712, 0, 43771230506942888478262123436177541576739920597888462000208439051509167331324362317826755712, 0, -1125506031776381931700733450183633109316647970006868139478446172660809750227473440, 0, 15141712917436705574854381550611189903715009382191790410455817198167812, 0, -118931781120138189238024787459053796040771009705619374738183, 0, 570585812185011576628856614604361798334423485933, 0, -1677532326743487538165290920348985414, 0, 2910877969831549661357118, 0, -2691077900259, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 19}
  • id: 437683
    {'charpoly_factorization': [[[4351293730097391477754355676770101093255397730925385317635552, -18898879992536949919745359878625491792073455764438686896, -2617603156765349587638596255872431363188704272, 54930343470680023232245077342279602022443712, -10691376859534195844201276898100300494, -53561988944498275497847743485805, 12802252910016120624607797, 21713030543582805978, -6038512989384, -3126189, 1], 2]], 'hecke_orbit_code': 22517998304624809, 'p': 23}
  • id: 437684
    {'charpoly_factorization': [[[1738795209256420606782174661105692775844290916656752026796042993, -5272557982103245733735010746638978594303443499656364750782, -1120783600284961090014444015004079065988742982246899, 6547416044853987544075019659152639054659889720, -1454859123513872664471741440101776734190, -1728391742667883945932034585939092, 532734688892725822261568754, 127188421530754345848, -43357440116739, -2712414, 1], 2]], 'hecke_orbit_code': 22517998304624809, 'p': 29}
  • id: 437685
    {'charpoly_factorization': [[[40153489749773131698785713427627857181973447838371722573754731377679545835106890503669487085807810186066673681032210170265600000000, 0, -65089154575237924154480638383797374310708938102479968822391056700432057893180405438748081623120616203121471049236480000, 0, 40468272054756605188931515323261097012834799632258344108246749139511761429624573554533051066560088724275200, 0, -12967445237844179241898353483614612597903633608762002713360723901999643546630604566029734903808, 0, 2394323262342153097619929152553533149436405446328583782344659090476113170857861120, 0, -266298407433394739319596500473767648227756426763541367852493795241984, 0, 17979857679027218274432680776295320934417322034088514048, 0, -724808101669070629052506542347883409749504, 0, 16796543057985676752055099728, 0, -204273949255560, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 31}
  • id: 437686
    {'charpoly_factorization': [[[180489767354200928816075419306279943144474650382155597257886021733797819219017629099196752486041149581291150964998400199505142594380625, 0, -8773932653786710844152284358498249525635191302451873728824598753668599192482116919046599785170620899309047366282866201471350, 0, 27527172329480382411732255284407700437642702422540558845084204811857182639468531556524771336098849430031607711981, 0, -2419883212098261604332969146099486422571654489103181601717350483779906289724186481690799996548029448, 0, 88315843744003557825045735446247122129353812724940384811614775268428578626978586863794, 0, -1735315525448491418646430012144476422622287098296000857350818274987245444, 0, 20026019005134118078619462323878873835534324583903317334418, 0, -138443877767954588210075436197941216852016904, 0, 556493471841497912040858008445, 0, -1179401827734006, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 37}
  • id: 437687
    {'charpoly_factorization': [[[645563498014846693347573088174037245565911246921763726166561523097894890654802142613028471594583196778893344646349505160537096431719731449, 0, -51231136061555903114459849501267161873365814306799443288698713432140675638003438553118191717767339799606764353760052249030810446, 0, 13128822392750896183096560309871955500568032851395722816646852521648730895529909893524131995211208250767664081818253, 0, -1176112011580947744000546602994453831437638485877735214834219630876601398472044365714321526749549429224, 0, 46187408681774268884522742449438256507550335887703541682448778399568828837237903870176098, 0, -758650510826676056013315005590091568600522285212085593187097061321978220372, 0, 3571470061390723121210919035193599696354333572960364621600434, 0, -7628329602231094739892055892149646522137930856, 0, 8352775278274215836151022013541, 0, -4582258625672462, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 41}
  • id: 437688
    {'charpoly_factorization': [[[201050782573553798792837921153539895954808980796186260724356521224601600, -46984288354007457361078696380608747693090103566027516397287944192, -11233976350879493994801288370643990866326103583385579909120, 1729503039486377838082979684001753912962554775158272, 92330334956085769103808649813047616009032120, -19112888095696636744235402420084076957, 309157531237203099602311226145, 42602371904146496534610, -1294443683699274, -26621029, 1], 2]], 'hecke_orbit_code': 22517998304624809, 'p': 43}
  • id: 437689
    {'charpoly_factorization': [[[6098151192614457948005323981541537428579042143020764092027576557444797174865736957538161417044267261642575546810355087631553371963715473952997376, 0, -841138588726217054891406664717992811868045110490300844383987677719794726059034133641449302135839306635947116542667467184701620879360, 0, 24874565112530766716588006207315939935139453493618398883773526098416756189664713711070309702718492101336906830244020224, 0, -325541336763352980418681124295259545808497087966229279971569095673339535747764889282928566868229497946112, 0, 2265128611725912226059059659741986518774594170602125465096171238668700160186436976781762560, 0, -8985330251586837101158312468478355371810387036646861833541213494698196299776, 0, 20772423126139617497772047264073841821947384278874030553362944, 0, -27737004501891849505160511432658104638547398144, 0, 20463635709540802582648374003408, 0, -7484646375916520, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 47}
  • id: 437690
    {'charpoly_factorization': [[[3064088890042711966497616181244213099004199089791874186956241781531940811296, 54111807046762406213609670389706028764619783887198417636010200153360, -31804911525636751665218281398417182235208068731021428572122112, -1973395003157267281424034207501791547157699463123489832, -12104211905522494470889171017575863179456988326, 1639606078127990260624749864957407919393, 29881407018426946292081942096337, -386673735403356245897382, -10509794880580764, 18214893, 1], 2]], 'hecke_orbit_code': 22517998304624809, 'p': 53}
  • id: 437691
    {'charpoly_factorization': [[[5554553832644732678965976719353233237356369794491509599427375893862890475110987925820965327397273647051996181722189573737871367270488108589496306499584, 0, -13411907485549448111863944297153827378307832515026879871165887717357234686317037649911286680815702296743280575357522152154762069143512875008, 0, 306318475253481582158919611170027580200015936775270773676859070926158410745955272315731129256963092984678854602297733249540096, 0, -1219481746947327492412460627374901970982380715317868163146855287490608956023910770494135554925192760206239768064, 0, 1572222912346667109598207181782569655902491295972492839416277129633099887354315731535746612434256, 0, -897683455363157856057695134352919436988356476436952512427668487554189412853801003, 0, 251157940991201887376226135738328764033181959939891688964531135077, 0, -34986956517485235755922760249914514620300567602030, 0, 2442511628965044482625422761414842, 0, -80640532440770039, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 59}
  • id: 437692
    {'charpoly_factorization': [[[12679483060020293396245764556302484006050789186191610524122509621485185467224935, -71580024778692415432298095257442522623362591093875004787202889483301008, -15309068392795694039829244295430427940295609132706826242580338827, 149828493210280765519346310767130250304280295278174765008, 5277454072012649005147676741182911059375825939126, -74947877943874422187367362198085662347408, -342614886027864798411157188944230, 8681405550191880661048304, -13802489433769005, -268212896, 1], 2]], 'hecke_orbit_code': 22517998304624809, 'p': 61}
  • id: 437693
    {'charpoly_factorization': [[[1724568693057387324923838206816373294653735409720446128267522511162776770396430997402325799290779889258579106138148160548903810146309584116828000146985734738560000, 0, -2034079917267117323565269088256796252849850820571440921326103072879067174817187469896544578255990639128358431984209362669367759160311706921093603072, 0, 918332205618757055062130388628503171989853336912085628938808609933867454370688126403866147875982205246019281123526062697959251326080, 0, -206245370100092523938461856600137580490671100643520059411159847105574108795760834145044638558368284342321432818926112, 0, 25753433677462674763418885521548462295582914012606993264772988610960546711066018357672681820146462372, 0, -1896452422350232832106245301078104150384020023781251921588562276744264981516538099871, 0, 84551819066762605888062528773939208226978502639428030120846862498061, 0, -2278516234736011823891070327703699744931213697364374, 0, 35784254870906241063507104516809662, 0, -297243126142656699, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 67}
  • id: 437694
    {'charpoly_factorization': [[[8519295150781647717186672124490454526749301047349647458619360616888338113726957006382998891031896296215274364747730717552516483559005957516999056144378256000000, 0, -83940670529320695205390036203377504591556311716532123692349087929535641932595606225208643987938538216210406230535680247224354188536038756225408768, 0, 147364563650514331903904662730355604636727636530554411689684909515037256726151160151873962708683364289221528577470754275709779774592, 0, -97208323349001976041145236511056176714511881521971755971732530182691363248804954257920890100271066245501878858105376, 0, 26813102934341551232978127400294814373290502971394674832624706747618113911416313906014327467509734884, 0, -2883351444178585526283191595311761907064044650556105894149643487299625289866301849311, 0, 148708245514814694295732985292823553038318921929157741767017604735853, 0, -3980299875181589116342866485945293798508844033699446, 0, 55361077857794277650450333801615262, 0, -378131472805154843, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 71}
  • id: 437695
    {'charpoly_factorization': [[[2299982814171568612866889147452685195719646373250606996381128910672889716778122076124219271687013826169534928553749528309394241002949083992432765523869040640000, 0, -48380493939678974278000709766857109038598261149317261538316866178747925371315557159998714548730503828630368713643589626009700174679054148134502400, 0, 53096896939664742432757690654386831571674366965734677019178723533793390282192915030197967701942687175322127601551971494355564957696, 0, -21359658782204333472305715730404732744470132798825658534293236463268347882496699358871268165126119166240033206193408, 0, 4244423728224270153878897201375289702190926880450755137931109711766227371766946358827098048232903856, 0, -462152263734638170990380549083784263300843710462171416131691992293648895152348240227, 0, 28687653508263360109646325322113669846811370658416934718362888433653, 0, -1032758767958920532665956341436209580257417464922478, 0, 21195036293746834491029857998769482, 0, -228640650174208575, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 73}
  • id: 437696
    {'charpoly_factorization': [[[-11940454081170882895285684214340060446889915275923911777605600445705124813419315200, 1216863539386451879292305555299519391834630463949052212541522076525537525760, -23654030093067127861368979584185360492332906716198409846604242157568, 83365896089155419964635916933532328214197944032253190176768, 1155722629032330090595404217074039089956681988341760, -6940692857990591120596230129953535500992512, -14248797177222979947083185157942272, 133562049493454362507858304, -36245402117899584, -778351808, 1], 2]], 'hecke_orbit_code': 22517998304624809, 'p': 79}
  • id: 437697
    {'charpoly_factorization': [[[5240517656669315779070474105800015774230084829061362592255118455605434055348259560792041953638212978332348466416436499148258772601994684410206623042417362164808190854692864, 0, -618813190275654259631117756487773500993375001454120555429747460220162643025271565422317179149501877525412854993479538681068136734365538453340843816574255104, 0, 26483544242269792343321908705436863356621487590225300238223192564045197514818349324508420649757409262035659940909400079228076035831110828032, 0, -582702558962460348720175906391166634238716176204990286250316493338402459374044562213291248432657689661172362093676181061632, 0, 7535379992780391840849490634414067309620280221984586982502705448646526339326699391104922225056640719454208, 0, -60836872137561291996898181666067936012627983000322234792564556074985005120835806019095552, 0, 313325373429557901077615482233726101556911765224308446824894642054505728, 0, -1021201317560687776346282044066622941625199472287348608, 0, 2020664405643131093164692107517275040, 0, -2196819986702043452, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 83}
  • id: 437698
    {'charpoly_factorization': [[[5250018642201872271067100252515615902564362420707515929981401059318045777205131425598350833902869226797214899344197613184734678818256265877789664098477334266036901380096, 0, -574065323995899399090053320654850896409645389450035748842032524013480899978012794559192751300366868505328483356000702912533227786028885640208776506376126464, 0, 66808287310560435181172642746279474263969541502321800712141267225777402037323685205170264993850097729122831356076953500248463954080598827008, 0, -2317583887317917946393095389632247345514454783525307850918828129352190442999715025317948986361045581996741908969101432466944, 0, 33863030600581319923406138101577686471779412378429421179979817781261750209936783795707638890223405367382480, 0, -258358000033288045626451895931886017616763887360369825652863471650460592761909567337752323, 0, 1129536967072958191715965686319123783938927911416106430983926512004444213, 0, -2909515979209612103369422050625842898791316785095552174, 0, 4308511394002586008692960951104247786, 0, -3325139087495817311, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 89}
  • id: 437699
    {'charpoly_factorization': [[[5436962602738794473516408147951403710082806451791736317979007779273023746991547957807657099779765073002426667434982324676874742032823589105192054574430923479534039979208474624, 0, -441717506192540821040258641130979489242600713612597921231346677318696533565459037799920157464402051696090869312265174549170626319933094922939467398299664711680, 0, 14174446385464566551864650539934971307943876531445264691361130216212453174095530844521964901778967131545471484752068544673693831801770458324992, 0, -230728752074062406708184329981478402693036060875619701041738152943693127127559258969172671263230331477654065806773682717085184, 0, 2045107149436108853655267732751385196797652133171294218069255639524527296208084706479047300679054536683849424, 0, -9930063996591536392722731660729925963370615820521047804676011224140994950092154122077317587, 0, 25566901784681833298816440979291009467372755411345720536340678778906383861, 0, -33639106412573957285174110610963750416202707704679868046, 0, 22848322800068320541638650878756671146, 0, -7650338811016055343, 0, 1], 1]], 'hecke_orbit_code': 22517998304624809, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '169.10.a.f', 'level': 169, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43894549
    {'hecke_orbit_code': 22517998304624809, 'n': 1, 'trace_an': 20}
  • id: 43894550
    {'hecke_orbit_code': 22517998304624809, 'n': 2, 'trace_an': 0}
  • id: 43894551
    {'hecke_orbit_code': 22517998304624809, 'n': 3, 'trace_an': 326}
  • id: 43894552
    {'hecke_orbit_code': 22517998304624809, 'n': 4, 'trace_an': 5118}
  • id: 43894553
    {'hecke_orbit_code': 22517998304624809, 'n': 5, 'trace_an': 0}
  • id: 43894554
    {'hecke_orbit_code': 22517998304624809, 'n': 6, 'trace_an': 0}
  • id: 43894555
    {'hecke_orbit_code': 22517998304624809, 'n': 7, 'trace_an': 0}
  • id: 43894556
    {'hecke_orbit_code': 22517998304624809, 'n': 8, 'trace_an': 0}
  • id: 43894557
    {'hecke_orbit_code': 22517998304624809, 'n': 9, 'trace_an': 129526}
  • id: 43894558
    {'hecke_orbit_code': 22517998304624809, 'n': 10, 'trace_an': 88390}
  • id: 43894559
    {'hecke_orbit_code': 22517998304624809, 'n': 11, 'trace_an': 0}
  • id: 43894560
    {'hecke_orbit_code': 22517998304624809, 'n': 12, 'trace_an': 427652}
  • id: 43894561
    {'hecke_orbit_code': 22517998304624809, 'n': 13, 'trace_an': 0}
  • id: 43894562
    {'hecke_orbit_code': 22517998304624809, 'n': 14, 'trace_an': 473556}
  • id: 43894563
    {'hecke_orbit_code': 22517998304624809, 'n': 15, 'trace_an': 0}
  • id: 43894564
    {'hecke_orbit_code': 22517998304624809, 'n': 16, 'trace_an': 1189618}
  • id: 43894565
    {'hecke_orbit_code': 22517998304624809, 'n': 17, 'trace_an': -99312}
  • id: 43894566
    {'hecke_orbit_code': 22517998304624809, 'n': 18, 'trace_an': 0}
  • id: 43894567
    {'hecke_orbit_code': 22517998304624809, 'n': 19, 'trace_an': 0}
  • id: 43894568
    {'hecke_orbit_code': 22517998304624809, 'n': 20, 'trace_an': 0}
  • id: 43894569
    {'hecke_orbit_code': 22517998304624809, 'n': 21, 'trace_an': 0}
  • id: 43894570
    {'hecke_orbit_code': 22517998304624809, 'n': 22, 'trace_an': -5073532}
  • id: 43894571
    {'hecke_orbit_code': 22517998304624809, 'n': 23, 'trace_an': 6252378}
  • id: 43894572
    {'hecke_orbit_code': 22517998304624809, 'n': 24, 'trace_an': 0}
  • id: 43894573
    {'hecke_orbit_code': 22517998304624809, 'n': 25, 'trace_an': 1529274}
  • id: 43894574
    {'hecke_orbit_code': 22517998304624809, 'n': 26, 'trace_an': 0}
  • id: 43894575
    {'hecke_orbit_code': 22517998304624809, 'n': 27, 'trace_an': 18052718}
  • id: 43894576
    {'hecke_orbit_code': 22517998304624809, 'n': 28, 'trace_an': 0}
  • id: 43894577
    {'hecke_orbit_code': 22517998304624809, 'n': 29, 'trace_an': 5424828}
  • id: 43894578
    {'hecke_orbit_code': 22517998304624809, 'n': 30, 'trace_an': 30045516}
  • id: 43894579
    {'hecke_orbit_code': 22517998304624809, 'n': 31, 'trace_an': 0}
  • id: 43894580
    {'hecke_orbit_code': 22517998304624809, 'n': 32, 'trace_an': 0}
  • id: 43894581
    {'hecke_orbit_code': 22517998304624809, 'n': 33, 'trace_an': 0}
  • id: 43894582
    {'hecke_orbit_code': 22517998304624809, 'n': 34, 'trace_an': 0}
  • id: 43894583
    {'hecke_orbit_code': 22517998304624809, 'n': 35, 'trace_an': -15098160}
  • id: 43894584
    {'hecke_orbit_code': 22517998304624809, 'n': 36, 'trace_an': 54078886}
  • id: 43894585
    {'hecke_orbit_code': 22517998304624809, 'n': 37, 'trace_an': 0}
  • id: 43894586
    {'hecke_orbit_code': 22517998304624809, 'n': 38, 'trace_an': 39021096}
  • id: 43894587
    {'hecke_orbit_code': 22517998304624809, 'n': 39, 'trace_an': 0}
  • id: 43894588
    {'hecke_orbit_code': 22517998304624809, 'n': 40, 'trace_an': 134360674}
  • id: 43894589
    {'hecke_orbit_code': 22517998304624809, 'n': 41, 'trace_an': 0}
  • id: 43894590
    {'hecke_orbit_code': 22517998304624809, 'n': 42, 'trace_an': 121600068}
  • id: 43894591
    {'hecke_orbit_code': 22517998304624809, 'n': 43, 'trace_an': 53242058}
  • id: 43894592
    {'hecke_orbit_code': 22517998304624809, 'n': 44, 'trace_an': 0}
  • id: 43894593
    {'hecke_orbit_code': 22517998304624809, 'n': 45, 'trace_an': 0}
  • id: 43894594
    {'hecke_orbit_code': 22517998304624809, 'n': 46, 'trace_an': 0}
  • id: 43894595
    {'hecke_orbit_code': 22517998304624809, 'n': 47, 'trace_an': 0}
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    {'hecke_orbit_code': 22517998304624809, 'n': 857, 'trace_an': -173623329689802}
  • id: 43894786
    {'hecke_orbit_code': 22517998304624809, 'n': 859, 'trace_an': -48954870700532}
  • id: 43894787
    {'hecke_orbit_code': 22517998304624809, 'n': 863, 'trace_an': 0}
  • id: 43894788
    {'hecke_orbit_code': 22517998304624809, 'n': 877, 'trace_an': 0}
  • id: 43894789
    {'hecke_orbit_code': 22517998304624809, 'n': 881, 'trace_an': 140467359363012}
  • id: 43894790
    {'hecke_orbit_code': 22517998304624809, 'n': 883, 'trace_an': -37688226649276}
  • id: 43894791
    {'hecke_orbit_code': 22517998304624809, 'n': 887, 'trace_an': -101380052238606}
  • id: 43894792
    {'hecke_orbit_code': 22517998304624809, 'n': 907, 'trace_an': -134024399510650}
  • id: 43894793
    {'hecke_orbit_code': 22517998304624809, 'n': 911, 'trace_an': 200558336786784}
  • id: 43894794
    {'hecke_orbit_code': 22517998304624809, 'n': 919, 'trace_an': -165711088817174}
  • id: 43894795
    {'hecke_orbit_code': 22517998304624809, 'n': 929, 'trace_an': 0}
  • id: 43894796
    {'hecke_orbit_code': 22517998304624809, 'n': 937, 'trace_an': -98560209129182}
  • id: 43894797
    {'hecke_orbit_code': 22517998304624809, 'n': 941, 'trace_an': 0}
  • id: 43894798
    {'hecke_orbit_code': 22517998304624809, 'n': 947, 'trace_an': 0}
  • id: 43894799
    {'hecke_orbit_code': 22517998304624809, 'n': 953, 'trace_an': -92532893793690}
  • id: 43894800
    {'hecke_orbit_code': 22517998304624809, 'n': 961, 'trace_an': -120244544702300}
  • id: 43894801
    {'hecke_orbit_code': 22517998304624809, 'n': 967, 'trace_an': 0}
  • id: 43894802
    {'hecke_orbit_code': 22517998304624809, 'n': 971, 'trace_an': 171782812140930}
  • id: 43894803
    {'hecke_orbit_code': 22517998304624809, 'n': 977, 'trace_an': 0}
  • id: 43894804
    {'hecke_orbit_code': 22517998304624809, 'n': 983, 'trace_an': 0}
  • id: 43894805
    {'hecke_orbit_code': 22517998304624809, 'n': 991, 'trace_an': -232637811237506}
  • id: 43894806
    {'hecke_orbit_code': 22517998304624809, 'n': 997, 'trace_an': -83629016316704}